Welcome

Welcome to Wordfeud League of Honour! We arrange tournaments in Wordfeud and several other games. Read the details under 'Rules', and join us under 'Sign up'!

The latest news

Responsive image
Wordfeud Nynorsk
CemKaraca vinner sin 135. tittel: Et eksepsjonelt mesterskap i sesong 344! Les mer
Responsive image
Ordly Norsk
SigrunM sikrer sin fjerde mestertittel – overgår forventningene med suveren seier! Les mer
Responsive image
Quizkampen Norsk
Cox Clavicula sikrer sitt 191. mesterskap - En ustoppelig legende i ligaen! Les mer
Table:
League: Season: Division: Group: Player:

PlassNavnSpiltSeierUavgjTapScore for-motMarginPoengFra
1tubbe1967 7 7002907 - 234156614
2Eskilios 7 6012780 - 265512512
3Dallas-1 7 5022828 - 249233610
4pnilla74 7 3042727 - 2752-256
5Matryd 7 3042792 - 2840-486Halmstad
6Aci73 7 2052611 - 2781-1704
7solvitur 7 2052446 - 2767-3214
8 sivantivan 7 0072334 - 2797-4630
1tubbe1967+56614
Spilt: 7
Seier: 7
Uavgjort: 0
Tap: 0
Score: 2907 - 2341
2Eskilios+12512
Spilt: 7
Seier: 6
Uavgjort: 0
Tap: 1
Score: 2780 - 2655
3Dallas-1+33610
Spilt: 7
Seier: 5
Uavgjort: 0
Tap: 2
Score: 2828 - 2492
4pnilla74-256
Spilt: 7
Seier: 3
Uavgjort: 0
Tap: 4
Score: 2727 - 2752
5Matryd-486
Spilt: 7
Seier: 3
Uavgjort: 0
Tap: 4
Score: 2792 - 2840
Fra: Halmstad
6Aci73-1704
Spilt: 7
Seier: 2
Uavgjort: 0
Tap: 5
Score: 2611 - 2781
7solvitur-3214
Spilt: 7
Seier: 2
Uavgjort: 0
Tap: 5
Score: 2446 - 2767
8 sivantivan-4630
Spilt: 7
Seier: 0
Uavgjort: 0
Tap: 7
Score: 2334 - 2797

To register a result, you need to log in. This is done in the upper right corner.

Comments

The secret link
your last comment.

Navn Melding Tid
LoBotThese outstanding players have been awarded Wlohty for their performance this season: tubbe1967 14, Eskilios 10, Dallas-1 9, pnilla74 8, Matryd 8, Aci73 8. The Wlohty is the currency previously known as Glory, that you have silenty collected for a couple of years. For the time being, it is as useful for you as bicycles are for fish, but that may change when we start the Team League. 3/01 2019 12:35:42
LoBotIt is great to see tubbe1967 rise towards old heights. The magnificent victory in Säsong 171 Div 9, Grupp 84 is not the first time tubbe1967 has topped the podium, as we all remember tubbe1967 also has won the 7.division 2 times. It is the 4. time that tubbe1967 wins a group at this level. 1/01 2019 20:45:02
LoBotDen första januari startar 38:e upplagan av wloh-cupen. Anmäl dig här: https://wloh-cupen.challonge.com/wlohsvenskcup38 28/12 2018 22:09:37
LoBotGosh, this is a virtuoso horde of quality players! DALLAS-1 is the one with most experience here, with 649 games in WLoH. TUBBE1967 is the player with the highest average score in a season (only counting the last 25 seasons), with 474 points per match (it happened in season 155 in division 9.) SOLVITUR is the player here who most recently went undefeated through an entire season, it happened in 10. division in season 167. SIVANTIVAN is the tactically strongest player of the last 25 seasons, the opponents have merely scored the humble average of 244 points per game. PNILLA74 is a virtuoso opponent who was number 4 on this level last season. ACI73 is the one who most recently won a group on a decent level, the player won division 9 back in season 168. MATRYD is a terrific opponent who was number 5 on this level last season. ESKILIOS is a virtuoso opponent who was number 4 on this level last season.

SOLVITUR has clicked the donation button and supports the fun for all of you.

If I were to guess, I would say that tubbe1967 wins the season.

26/12 2018 17:30:43

We have some bills to pay. If you help us with that, you get a lot more statistics, you get training tools and a wordfeud course at the Improve page, and the Player page starts to work. And you get rid of the commercial banner on the top of the page. A donation of $15, 12 euro, 10 £ or 90 kroner gives you access for a year. Click the donate button for PayPal donation. You can also click here and donate directly to the WLoH bank account.

 

Matches

Kamp Resultat
TUBBE1967
tubbe1967 – Aci73401 – 321
tubbe1967 – Dallas-1391 – 381
tubbe1967 – Matryd516 – 354
tubbe1967 – pnilla74337 – 318
tubbe1967 – Eskilios427 – 358
tubbe1967 – solvitur444 – 304
tubbe1967 – sivantivan391 – 305
ACI73
Aci73 – tubbe1967321 – 401
Aci73 – Dallas-1336 – 365
Aci73 – Matryd420 – 372
Aci73 – pnilla74425 – 454
Aci73 – Eskilios365 – 436
Aci73 – solvitur339 – 381
Aci73 – sivantivan405 – 372
DALLAS-1
Dallas-1 – tubbe1967381 – 391
Dallas-1 – Aci73365 – 336
Dallas-1 – Matryd426 – 391
Dallas-1 – pnilla74392 – 366
Dallas-1 – Eskilios381 – 405
Dallas-1 – solvitur452 – 351
Dallas-1 – sivantivan431 – 252
MATRYD
Matryd – tubbe1967354 – 516
Matryd – Aci73372 – 420
Matryd – Dallas-1391 – 426
Matryd – pnilla74429 – 402
Matryd – Eskilios408 – 409
Matryd – solvitur428 – 344
Matryd – sivantivan410 – 323
PNILLA74
pnilla74 – tubbe1967318 – 337
pnilla74 – Aci73454 – 425
pnilla74 – Dallas-1366 – 392
pnilla74 – Matryd402 – 429
pnilla74 – Eskilios411 – 438
pnilla74 – solvitur359 – 342
pnilla74 – sivantivan417 – 389
ESKILIOS
Eskilios – tubbe1967358 – 427
Eskilios – Aci73436 – 365
Eskilios – Dallas-1405 – 381
Eskilios – Matryd409 – 408
Eskilios – pnilla74438 – 411
Eskilios – solvitur378 – 337
Eskilios – sivantivan356 – 326
SOLVITUR
solvitur – tubbe1967304 – 444
solvitur – Aci73381 – 339
solvitur – Dallas-1351 – 452
solvitur – Matryd344 – 428
solvitur – pnilla74342 – 359
solvitur – Eskilios337 – 378
solvitur – sivantivan387 – 367
SIVANTIVAN
sivantivan – tubbe1967305 – 391
sivantivan – Aci73372 – 405
sivantivan – Dallas-1252 – 431
sivantivan – Matryd323 – 410
sivantivan – pnilla74389 – 417
sivantivan – Eskilios326 – 356
sivantivan – solvitur367 – 387
TUBBE1967
tubbe1967401
Aci73321
tubbe1967391
Dallas-1381
tubbe1967516
Matryd354
tubbe1967337
pnilla74318
tubbe1967427
Eskilios358
tubbe1967444
solvitur304
tubbe1967391
sivantivan305
ACI73
Aci73321
tubbe1967401
Aci73336
Dallas-1365
Aci73420
Matryd372
Aci73425
pnilla74454
Aci73365
Eskilios436
Aci73339
solvitur381
Aci73405
sivantivan372
DALLAS-1
Dallas-1381
tubbe1967391
Dallas-1365
Aci73336
Dallas-1426
Matryd391
Dallas-1392
pnilla74366
Dallas-1381
Eskilios405
Dallas-1452
solvitur351
Dallas-1431
sivantivan252
MATRYD
Matryd354
tubbe1967516
Matryd372
Aci73420
Matryd391
Dallas-1426
Matryd429
pnilla74402
Matryd408
Eskilios409
Matryd428
solvitur344
Matryd410
sivantivan323
PNILLA74
pnilla74318
tubbe1967337
pnilla74454
Aci73425
pnilla74366
Dallas-1392
pnilla74402
Matryd429
pnilla74411
Eskilios438
pnilla74359
solvitur342
pnilla74417
sivantivan389
ESKILIOS
Eskilios358
tubbe1967427
Eskilios436
Aci73365
Eskilios405
Dallas-1381
Eskilios409
Matryd408
Eskilios438
pnilla74411
Eskilios378
solvitur337
Eskilios356
sivantivan326
SOLVITUR
solvitur304
tubbe1967444
solvitur381
Aci73339
solvitur351
Dallas-1452
solvitur344
Matryd428
solvitur342
pnilla74359
solvitur337
Eskilios378
solvitur387
sivantivan367
SIVANTIVAN
sivantivan305
tubbe1967391
sivantivan372
Aci73405
sivantivan252
Dallas-1431
sivantivan323
Matryd410
sivantivan389
pnilla74417
sivantivan326
Eskilios356
sivantivan367
solvitur387